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Over the time, `Command` grew organically and it has become now one of
the most complex files in the codebase; however, its functionality is
well separated into 4 key components that have little to do with each
other.
We thus split the file, and also document the interfaces. Some parts
of `Command` export tricky internals to use by other plugins, and it
is common that plugin writers tend to get confused, so we are more
explicit about these parts now.
This patch depends on #6413.
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We more the `recursivity_kind` type to `Declarations`, this indeed
makes sense, and now `Decl_kind` morally lives in `library` as it
should.
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- Regularly declared for for polymorphic constants
- Declared globally for monomorphic constants.
E.g mono@{i} := Type@{i} is printed as
mono@{mono.i} := Type@{mono.i}.
There can be a name clash if there's a module and a constant of the
same name. It is detected and is an error if the constant is first
but is not detected and the name for the constant not
registered (??) if the constant comes second.
Accept VarRef when registering universe binders
Fix two problems found by Gaëtan where binders were not registered properly
Simplify API substantially by not passing around a substructure of an
already carrier-around structure in interpretation/declaration code of
constants and proofs
Fix an issue of the stronger restrict universe context + no evd leak
This is uncovered by not having an evd leak in interp_definition, and
the stronger restrict_universe_context. This patch could be backported
to 8.7, it could also be triggered by the previous restrict_context I
think.
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Note that this makes the following syntax valid:
Axiom foo@{i} bar : Type@{i}.
(ie putting a universe declaration on the first axiom in the list, the
declaration then holds for the whole list).
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We do up to `Term` which is the main bulk of the changes.
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This will allow to merge back `Names` with `API.Names`
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Introduce a "+" modifier for universe and constraint declarations to
indicate that these can be extended in the final definition/proof. By
default [Definition f] is equivalent to [Definition f@{+|+}], i.e
universes can be introduced and constraints as well. For [f@{}] or
[f@{i j}], the constraints can be extended, no universe introduced, to
maintain compatibility with existing developments. Use [f@{i j | }] to
indicate that no constraint (nor universe) can be introduced. These
kind of definitions could benefit from asynchronous processing.
Declarations of universe binders and constraints also works for
monomorphic definitions.
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This was (once again) a spurious inter-dependency, that we solve by
introducing a new module with the proper functionality. This helps in
cleaning up the code. Note that no code was changed, other than
removing the setting of the references.
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These hooks are not used (leftovers?) and IMHO they should not be.
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As we would like to reduce the role of proof_global in future
versions, we start to deprecate old compatibility aliases in `Pfedit`
in favor of the real functions underlying the 8.5 proof engine.
We also deprecate a couple of alias types and explicitly mark the few
remaining uses of `Pfedit`.
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let-ins
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- Supporting let-ins in tactic "fix", and hence in interactive
Fixpoint and mutual theorems.
- Documenting more precisely the meaning of n in tactic "fix id n".
- Fixing computation of recursive index at interpretation time in the
presence of let-ins.
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This is a bit long, but it is to keep a symmetry with constr_expr.
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Currently, the STM, vernac interpretation, and the toplevel are
intertwined in a mutual dependency that needs to be resolved using
imperative callbacks.
This is problematic for a few reasons, in particular it makes the
interpretation of commands that affect the document quite intricate.
As a first step, we split the `toplevel/` directory into two: "pure"
vernac interpretation is moved to the `vernac/` directory, on which
the STM relies.
Test suite passes, and only one command seems to be disabled with this
approach, "Show Script" which is to my understanding
obsolete. Subsequent commits will fix this and refine some of the
invariants that are not needed anymore.
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